%PDF-1.5
%
1 0 obj
<>
endobj
2 0 obj
<>stream
application/pdf
Barkers Home restaurants risk assessment
2020-07-07T09:19:13+01:00
2020-07-07T09:19:13+01:00
2020-07-07T09:19:13+01:00
Adobe Illustrator 24.2 (Macintosh)
180
256
JPEG
/9j/4AAQSkZJRgABAgEBLAEsAAD/7QAsUGhvdG9zaG9wIDMuMAA4QklNA+0AAAAAABABLAAAAAEA
AQEsAAAAAQAB/+4ADkFkb2JlAGTAAAAAAf/bAIQABgQEBAUEBgUFBgkGBQYJCwgGBggLDAoKCwoK
DBAMDAwMDAwQDA4PEA8ODBMTFBQTExwbGxscHx8fHx8fHx8fHwEHBwcNDA0YEBAYGhURFRofHx8f
Hx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8f/8AAEQgBAAC0AwER
AAIRAQMRAf/EAaIAAAAHAQEBAQEAAAAAAAAAAAQFAwIGAQAHCAkKCwEAAgIDAQEBAQEAAAAAAAAA
AQACAwQFBgcICQoLEAACAQMDAgQCBgcDBAIGAnMBAgMRBAAFIRIxQVEGE2EicYEUMpGhBxWxQiPB
UtHhMxZi8CRygvElQzRTkqKyY3PCNUQnk6OzNhdUZHTD0uIIJoMJChgZhJRFRqS0VtNVKBry4/PE
1OT0ZXWFlaW1xdXl9WZ2hpamtsbW5vY3R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo+Ck5SVlpeYmZ
qbnJ2en5KjpKWmp6ipqqusra6voRAAICAQIDBQUEBQYECAMDbQEAAhEDBCESMUEFURNhIgZxgZEy
obHwFMHR4SNCFVJicvEzJDRDghaSUyWiY7LCB3PSNeJEgxdUkwgJChgZJjZFGidkdFU38qOzwygp
0+PzhJSktMTU5PRldYWVpbXF1eX1RlZmdoaWprbG1ub2R1dnd4eXp7fH1+f3OEhYaHiImKi4yNjo
+DlJWWl5iZmpucnZ6fkqOkpaanqKmqq6ytrq+v/aAAwDAQACEQMRAD8A9TvGrgAkihr8LFf1EYq5
I1StCTX+Zi36ycVXYq7FUNqV59S066vOHqfVoZJvTrx5empalaGlaeGKvJk/5yP0t7SS6TRpikY5
OvrKG+0FIHJAGK8lrQ9xhpFvSfJ/mRPMnl211lLZ7MXJlU20hBdDDM8LAkU7x4EpzirsVcQCKHv4
Gn6sVWqiqSQTv1qSf1nFWp5EjhkkkdY0RSzyOaKoAqWJqKAfPFUlHmjy8By/T+nUBIJM6EVHXrN2
xVEprmmyMqpq1i7OwRArqSWbdVFJepptiqhJ5r0CL+817TU3p8U0Y3pWm8vhiq6LzPocsixxa5p0
kjEBUWWNmJZQwoBL3Ug/LFUp1H8wba1uWgt0XUOIDCS2uNNVWUqDyAnv4HpUld16g9qEqojTPO1h
fPKslxBZLEiyGSeeydSHPHb6vdzkUb4asAK9K4qjk8zaI7yImt6czxf3qiWMlaAn4h6u32Tiq5/M
WkJai7fWbBbVgCtw0iCMg8qUcy8d/Tb7j4Yq03mXRVi9Vtb08RUJ9QyRhaAkHf1adRirceuaQ0kX
HWLJ2ncRwqJQebsaBEHqmrE7ADFU3xVxIHU0xV1QTQHfFWgykVBBB6EYqp3S3T27rZyxxXB/u5JU
MqA135IrxE7f5QxVjupSecDO1okMN3ZvGwmk+pRNE9ITzjpJqMT/AByCgqlNwCaVfFUhW018kIfK
9srkkcjpunU6Gh4jVie1cKpjZXXniB4LCHTY7O3DcGmFlarbrVvikEcerGRVP2qBS2/SuKsttFvU
jIvJoppCx4NFG0QC9gVaSWp96/RgVXBB6d+mKuxVwIPTfFVK8LLaTlQxYRsQEqGJ4n7PEMa+FAcV
YnbzSqVu0sdf/wBJI/cNKrBK8kBKTSjhyCVI6LWu2xwqvjuJbZoYvq+vzbLFHcN6bhSDUlxy33Wp
Z1Na0G2wVbWQKwk+q69IzISyFyACXdBX94q8gFBovancnFVsMt7LHEIYNZMaLIn71xE54FCjP6iq
STV6fF2oa1FFVsX72BGe315/VLERNK8RUIwkUuyNEy8j8PEH2pxpgVVn1C4jjRBp+tNJGoZmjYMn
J2Pw8mbmwB2rw2UV2B3KqMMs9zDJwttdjlbksgeT0/gWQsCDIQAXEdD6Y5ANt2OKpjc3MZuY4W0/
Vpf3Ydp45HjQM5YlG4zR1YHrReI2ptSgVTk1ISQCWXSNXRFKEiORw4EZLD4I5+Z2jHIU+KtPirTF
Va0nrcp/uM1SJ+aqDNOzRgM1SzATyLRep29vbFU/xVAazaz3EEK290lpOkyyRPJ6xVmUEqpWGa2L
iu5UsVIG48FUhfTDE/rQ69CixOhb1p76RRLHQUYG/VacxuhG/Q1xVo6DdHlLb6tDPMFb0VkmvyoZ
o2iqD9ek4/CftKtQdxvviqsdGuvQMS6xGVKPHz9S+JUcy7kt9fDVBanKvJRQV4imKqU+lvITA+vQ
rwasqLNfJIGXjGPiXUFZQK0K92NeuKun8vyT+s1prIWOYkJW51FyIn4k0ZL9BzoDRlA/XiqpFpUh
kT6trERkiozFpr2UM5av2Pr32eKKAGr0bsaYqsudEkmlMf6XjZJf3SxetfctqfCQL9Q3wtVu/wB+
Krm0l/rEV1+mYFuGkE8XOW9eMsW+JkiN8qcWBoEA4itNxiqxdFnVZPW1mP0BUSKtxqCsgI2/em+P
QgGvEV36VrhVNvL9ld2nrxXV1FcSDjxSIzngC7sefrz3DMzMzfFRfDfiKBUfqJA0+6Jj9YCGQmIq
z8/hPw8VSVjXpQIx9j0xV59a2np2kkiWcqRufSuXFgyyyGMo+8X6GUupbj8XGn2iN12KptB5Qjug
s31G1ggm9KaFvSthLAp3MSRTaerKAG6SfHUU+HfArY8oaisTSpFbJfJSWGVTZgm4HEeoX/RvwtQf
aCn7K7eCqr/hKcJPSys2EsD2/wBXP1YREHhxdiLDlVilSpqo/lO1FWovKuowJGtvBbQmKvpSxtaq
yBSWjVQNO4gLIS422Z2O+2Ko4WXmxUH+ll3eLi4aeACOTnWqEWHxfCKVYU3Pw1+LFVsNh5tMj+tf
MiKoMRSe3cs1aEMDp6cRQ1qCd+2Komw0/XuMQvdQmUxMGYo9tL6o2+F/9DgoNj9mh3+5VEjTL2pP
6Xu9+3G02/5IYqvt9Pu4pC76nczqaUjkW2CijA7cIUbcDj16HxoQqjcVSnzJA81lEqWVrfkTKfSv
EeRB8LDkojjmPLelabAn5FVI+E86yLNoWnUuJVmkja2u2Eh+LlJIzWi/vATtVSTU9K4VWNp/Igwe
X9MW0hjPINb3KvUpxosQtV5qGc/D3G+2KuuoJAogOhaa/pqwkiNpdtGrK7MeDrasrhg1dgPiJ691
V6wy293CLPRtPgiJBveNld8lNY5A8TJbqsnF4m+E0qQjcgdsVU1015UkC+XtIkfhyHO2uIArcQp3
a1fn1Owoabe4Vah0m6dqW/l/RY/VBZedtcIBUivItbIN18aYqmFj5dubab6zHpGj21yq0SSBX+0A
zBxSNOPx8QQNyN67BcCo55PORCskGnAjiGiM05B/mYSemKUpQLwPWtdqMqud/N31flHDp5uK09Np
ZglKNvzEZOx47cd99xiqLsG1dpJvr8dvHH8HoCB3dunx8+ap36UxVFSoHidCFIZSCHHJdx+0O4xV
j+p63qVlfXEMcSyJyV4/3d9KxHpqaUhhlUfZanE0JFKVriqhJ5h13hKWsIzNbSOoX0dQdCEV1Lo6
2pJ+PiPhU1WpBO1VVG58y67BGJotNhaV3eqCHU68QoYMSlk7VbiRQr2FCTthVH22o+ZpokC21rHI
9HX1BdIghFA/IvCvGQHoh6jeo47hUQja/C/wWFj8XAMI7h1YqAqk7wdEqae2Krzc+afhpp9idxyr
ezbDvT/RN8VVYp/MBU+rZWitQcQt3IwJ5AGpNstPhqfnt74qtFx5l/eVsLMUp6VLyU8jyFeX+i/D
8PI7V3oO9QqvabXgx42dqVotCbqQGpUcxT6uejVA8Rvt0xV0c+vGbjJZWqxcwDIt1Ix4GlSFNuvx
Df4a09/BVH4qkvmsTGwhEULTsZ1qq2q3lPhajNGzR0UGlWBr99QqkP1a4t3ZRYejEJfRMcOkxlXV
V9QuOEsnSQVVjtyX7J5LUqofUboGR5NOCJIq1H6GhYEA8qOEnd24yJzpt8TVxVdFptu88MM+mtw9
VXUfoeERLsY/iJL0ozq1RvxU/MKqv6PkZJJYtPFry4NNx0mGsgZw7DiZWY8mSjV37+BxV1zY+jPb
v+jEZLiTp+iI5ijbkFmjlHDdl+JhTY9OoVUpLS6Z2QWP+kBmIn/Q0ZqyShXHIzcaHkeG+4HKrDqq
qRaPeTxLCloiMI35c9KtkoQVVRV5glKgtQVrtuAKFVEHy9efB6dhBEsaUVRYWX2tjv8A6R/kjZab
4qut/L0sSx+jpsVvKzNydLKxVUQ8UIosxPxJXu21PChVT7RbN7aNw0CQV24pDHDWjMa/u3kHRh9N
T3wKjbmIy28sQJBkRlBDMhFRT7SFWHzU1xViOtQuLm4peXkbXLsyCG21qdEpyj62txGi7pWi8R37
hsVXPbc0ikmu72scKUEUGtCvqyBgTxuPiPGWh5DkvU0C8QqhGs5AwaO6vRNI5kaRbXWwjemjIyun
1pfib4eDE0oKU3U4VXskMDCWObUGIbg5a215j6G6kf3r83HqHix/1v2cVWCzuAwhe8umtyXc1tde
d+QcBaMbk0oI69eu467qpvbXmpw28EMNyeHqCIPNpuoyuSxU/EZJS6gB/wC8Zivy4HAq86nrH2jc
IEFDtpV8WKmMydPU2NFIp40H2iFxVHjX7MwtMIbv00FWBs7sP1p8KGIM3foMVdFrlu6FmhuVCqWc
fVbuuzhQFDQqWO9aDfv03xV0OvWsk6Q+jdKZOPpsbS7C/FQfGzQqibt3Pv2OKplirsVdirsVdirs
VdirsVdirsVdirsVUrrl9Vm4Nxfg3FuLPQ0NDxQq7fJSD4YqxLWdL1Fr2eS10a0uY5JGMjS2ULu4
ZGjLGR7yIkESFTVPs8tjXcqgp9FmuLgtceX7RVAYuZdKhnHp1Q0Ijvm5uiNxFFY7Nx/lKqIs9K1G
yvPXs9LtLW8EiRC8XTVApNwWQ/Bes9ABVm6fTWqrIZE8wRwBp762bhxMhisbipNR9lVuWale2/vg
VZdpq8d6jreRhZSViX6ndSgEcghkMc6xgDn8RKivtQUVdJaea3iKDU7JSwozCxnrUncr/pgI26Yq
rxQa8JY+V7bGBSOaC1lDMAKEc2uGp33p9/dVprfzNQcb+yB2rWzlP7RLf8fQ6pQD339sVXGDzDyN
L2049h9Ulr9/1nFV0cOvAxepeWrAPWfjayLySv2UrcNxanc8vliqPxV2KuxV2KuxV2KuxV2KuxV2
KuxV2KqV2vK1mXc1RhRRyPQ9F7/LFWFyadfxNEi2NxMLpUERjsbHjBJEqskz+rNVWQFlXlWm48Kl
UDF5bNWkfS519Ucj6unaWxcqRICeLtTk3w/H8VWqxopKqq8fkqPggGnPH6iMZPUsdJkMbIrIRszf
FMBX9ofFvT4qKtQ+XJ49QidtEmmteRL28tno/o/DVYz+7mjf4aBlO5HTapGKo+WIxtGs3lb6weBQ
mKzsqAInBU3vDxAh+CnQ9B4YqjbG51W0so0tdEe2/ep6lvFb2sYZP92SBVvOC/CAu7Fh/KwBoFTV
JNVdYyZEheSIsYpLZ2KPQbMyTFPhJ3UNv2OKuknv0mCmZOLFY1AtJ2pJQlmLrIV4Gq79BQ7+CqvD
JOs7Q3DiRmBeIxwyIqoKCjOWkUtU+I+WKq/qLUih2p+ye5p4YquxVZMkroBHJ6TVryoG28N8VU1g
n/auXPhRUH/GpxVd6Ev/AC0SfdH/AM0Yq70Jf+WiT7o/+aMVd6Ev/LRJ90f/ADRirvQl/wCWiT7o
/wDmjFXehL/y0SfdH/zRirvQl/5aJPuj/wCaMVd6Ev8Ay0SfdH/zRirvQl/5aJPuj/5oxVuKORC3
OUyA04ghRT/gQK4qvblxPGnKnw16V98VSuXQ7a5maW6srGWRwQ8j24diDtQluoNTiq/9B2Xwj6rZ
/ASyf6MuzFzISPi682LfM1xVafLumkkmysSWHFj9VXcb7Hfp8RxVttAsGeV2s7IvPX12NqpL8jyP
M8viqd98Vb/QVlQD6rZ0DFwPqy7MVCFvtdeKha+AxVb/AIf07kjfU7LlG/qI31Vaq5NeY+LZq98V
al8u6ZL/AHtlYyf61qh7Adz4AYqtHljSAjRjT9PCOOLp9UShG2xFd+mKo+KCeKNY4mijjQURFiIU
AdgA+Krit6KUeM7jlVGG3enxHFVbFVG8nEEQcxyyjkBxhBZhXvQEbYqlcXmeB0Rhp2oqHJFHtJQR
RuNSCOnf5Yqvl8y28bqi2V/IxNG4Wc9FNQN2ZVU7n9knx6Yq2/mOFZIk+oX5MoBJFrKQhIrRjT5j
/MVVWSeaIEK/7jtRfkaDjaSnetN9tvn0xVe/mOFH9N7G/D0rtayuOrftIGX9mvXuMVWnzLEtwIW0
7UAC/D1RayFOtOVVrtiq2080R3LKq6bqMZfiB6trJGAW8S1AKdydvxxVbL5rijnEB0vU2YqjcktJ
GSrqrceY+Go5UO+xBwgKjF1mzkthMYrtVZgvA2tysgJ8VEfKm3Xp74FRNpeQ3PL0llXjSvqxSxfa
FRT1VWvvTp3xVrUbpbPT7q7YMVt4pJWCU5URS21dq7d8VYUn5r6f9Y9H9H3pdVqSVjCGlP29lr8X
Sv6jiro/zf0WWZoY7OZ5kqHjV4SykdeQD7de+Kof/ldmi7f7idT3r/x6y9l5fy+H47dcVVR+cekm
5W3Gl3wkdmUFowiVUEn42IU9NqHfFUV/ytKx/wCrbc/8FF/zXiqEn/ObSIWCvpWoEseI4QNIK8iu
5QMAKjr4b9MVREX5rafIgddNugDWgb00Oxp9lmBxV0n5r6dG0atpt1WRiq0MXUKW/n8FxVTtvzd0
y55enpd6vHr6qCLqSNvUK16dsVX6X+aWnX97b2yWV8hnlihDTRpGoMzKqn4gpNOW9P14qzrFUFq+
1qpKysvqx8xAJGfjy32iZGp49R4gjFWLWVu0YkFvHcwSrxdW+p6giIu1YqfWqP8AE9AEPEU6cRUF
VkV3qEcglkXUGQGP1qWmpfFx+NxGpvH4150rxI2p8VMVRMd7fK3rXEV80cMnrqkdreq0iqwjIAF1
JXpXi67ip4nAqFhu9W5/Vud5++f1GlbT9TCqgUk/E16SN6iinf8AlIocKpqkE8t0ym7nAAMDD6vq
cY5qOCMHM4TiGqWYfaH7XfAqKj0bWUCf7kIiyMr1KXZBIBrUG8NQSTsajp1piqvLo90zOEuysZTi
gLXRYELxUlhcLXotaAE771NcVXW1lrMEMcS3sDBVbmXhndjIzluQZ7l2C8TTiSfY02xVMsVdiqB1
7/jh6j/zCzf8mziqMjdnRWaNoywBKNxqpPY8Swr8jirYJ/lI+7+uKrY5GeNWaNo2bqjcSR8+JYfj
iqVeYbO1vxp9pdwevby3RWSJgpBHoTHvttSv6sVXfoDy5BGRLp1uytIbiWaWGNqyLyPqu5X7QqaM
cVXL5Z8trQLo9mAetLeEU2p4eG2KtHQfL3KF10e1cg/BIIIfg4ioapA/lAHH9WKpZr+iWMVvDFp+
kQc7i6/ewR+nbCelvM1WdVbpyb7Q8fGuKplb+XtK03Sru203Tbc+vG4e2cKiTniQI5mCP8Jrx3U0
B6Yqpvbtb6JbwtaQWJW6t/8ARbVuUK1vEPwn04ftV5H4Bue/XFU6xVKPNbafFo0l1f8AL0bV0kVk
+0HLcFP2k2+Pf4htiryv/FPlkLFJZApE1zzCfo9o7hmIaQlnmvYn+FvjQqBxI+Hwwqmdv5y8jRR/
W7yxvo5Io0WdESJ0kJcSMFginuX486krUih3r1xVZB56/K6Kd7yKy1NJ2DD1hb3AlBZQGYNXmGKx
heXXt3xVF2/mX8tJYleGxuYoaAJEVEIXiOJ4xtIvHlT4tvi71xVa/mP8tLN3vFs7tfiDFIfjFSw6
RJI1R2pTpXtXFV0H5m+QrOAog1kjcOwjuSxYVJaiN1PiB/DFUWPOPk6oJn1UkCn+9kg8T0FwB+1i
q5vP/lC3czNLqjhuY4CZ5ACynkeKymmw+HwPTfFVGbz/AOTWtWnebWPSIkIVJZRIomNTREk9XY/Z
qKr2oMVZL5L8waNrEVw2lveMkIQOL13ZhyL0oJHdxuD19u2BU21+v6C1GnX6rNT/AJFtirC/LMOo
rqbxJof6HSSQCC8W2lXmqp6o9fhcKUHw04sWWu2FU28ux644kkj0+x0oOeM6fVJY5WVeQjqAyo/y
DmgPjtgVjck+sclLeS7RpeZWA/UCQFWtGLAngePbx2r4lKMsBq7x2ssehWmnyi9iJslsvSeQrDKw
eryRRt6W7L8Va/y7VUOFl5kEfF/JmnH4jwWOK0ZQtT8R5XCUaoBoAdj1rtiqfadb+cYLQLDaaTYq
VVltkEq0YihV/T+AFVAHwlh9G+BUbGPORr6jacvwMRxWdv3lfhXdl+E927eBxVBa43mmGLTpofqt
1erPUWkcbICxt5eQEkkyjYVpWlfbFUfZ/wCKZbNZLhrS2uzyDW5id1BUkCkizbq1Kg8a0O4rtiqB
1D/F1LX61+jzaG7tvrBi9YSBfrCceAb4SS1K1pQePTFWS4qoX1ja31q1rdJ6kDlSyVZa8GDDdSD1
UYqkl75b0dVsrJrZWtrq6rcwVf03K201PgLMBWgr498VR+rWWlppcyy2cckHFVaFUbceoGAAhR3+
0a0C9cVSOwttJjVmudM/dQukfphb65bjGrJC3CWANIeLHk3bpU0xVMNRh0KaGyeXTnkhHqG3UW1y
rRlnXnWOOIlOXX4wOnzIVQcVh5WktlWbTJ4WIWN44be/4ipLqQ3pRmvi9AR0JxVN7fQNBZku4bMR
u59dDxeJlZwDXgeJQ9Kig398VUx5R8viQSLbFSAFYCWXiyqWNHTlxfdz9oH8BiqqfLWhtbwWz2iv
b23P0onLOv7xg78gxIarCvxVxVHy29vK6PLEkjxGsbMoJUnupPTFXW9rbWyenbxJChNeEahRWgHQ
U7DFULr3/HD1H/mFm/5NnFUq8paANMe4kpeo8yRiQXjWzKxBZvgEDPxozNtWnxbbdFWRN9k9enbr
iry+K1slVlmtfN371g5MkYk3SnFj6fP5AN4k07gqnWpWFlPpFnb/AFLUrG0knhEcctygl4iCVkWM
TzyLHx6Or8aj4aHpiq2z0bTrSKKwbR9UupYXEqSvd2iTLU1TeK6hPEel8Ip4++BURdaLoiwrCdEv
3NyzTfVI75EPP+7eim8RamPduO3HrvtiqYDyP5UJ4m2ZyakBrm4YgcGjPGshoOL9u9D1AIVTG9jj
juNJjjUJGlwVRFFAALWYAADtiqYYqgdZ/wB44/8AmKtP+omPFUdirsVQOo/72aX/AMxTf9Q02Kou
aGGeNopo1lib7UbgMp77g7YqoQaTpVvX6vZQQ1b1D6cSL8ZIPLYDeqjfFUv8xaZ9fks1F9qFkyM3
E2DMqty419biCOg+Hl0xVjsWhIxbnrHmJ5A/qEn63GlFHxIqqq/aRadftbjqQSqr+h7eKEp+lvMb
pNUU/wBIZ1JFacvS5LTxr8jgVWTTbYSxztqOviRXVhGBcmNWA5/YMb8l67OW8DU0xVl0H9xHVmf4
V+OQcXbbqygJQnuKD5YqvxV2KoHXv+OHqP8AzCzf8mziqOxV2KuxVJfNMpihsXW6NmwuSFuRH6pV
mglA/d0PKpNKYqk6+d/LMwdbbzQGaSixN6SOEYbk7RrWoU9Ttviq5vN2gNOI08yy+pLGxijWBGAB
JAlP7g7CmxJ44qvPnHyynxP5klCH4+TRxBQvKn2vq4AG/ftviqsmq299eWCWF7NdMZy0dxNbP9XH
GCdW4yrHBG7V2Kh6j78VZMeXE0IDU2NNq/LFUFrNfqcdf+Wq0/6iY8VR2KuxVA6j/vZpf/MU3/UN
NiqOxV2KpPr82oRTWX1dZTbszLdNAX5Kvw0PBLe4Ld/2l+6pVVDWVj5glWKea4kRgrKo+s/ssCQz
RtZxDlyC/aX4RWngVUTZweYIqCdUnUtuXu2JUDuvC1i5V7hjiqJb9LGJf9Gh9TkCy/WpQAFUEUYQ
1Px7EU6b+2Kou29f0F9dFjm35ojtIo37OyoT92KqmKuxVA69/wAcPUf+YWb/AJNnFUq8reX9a06a
S41K6tZfUj9OO1trf0xFSRmHGaqlwUKhgydRt7qovRtClsVJupLe5mFDFNFb+gwNGBJAkkXo1BxA
28cVY9/hPzgkMkKXOnlZpDLNyhUBiCoT4RDuyry+Jif2RTYklUdd6Hd2sFmjSJfXct2pBSOK2BEU
ExWvwyio8afKmBVeDy48bRKIViWIiXmhtz+958+VPqw+IbioA7U3qQq0PLV3EiiGn7t1eNWmjpyV
AnMn6oxq1SxBqK+3RVcfLlbli9nFNbNGIfSeSNFURj90R6cCuOCjiPj+HsD1xVWuNOgePTrW7soI
45btzLbIfVjb/RptyWRK9PDFU7eKOSNonUNG6lWQioKkUII8MVS/UbeG302GGBAkSXNrxUe91GT9
5xVMsVdiqB1H/ezS/wDmKb/qGmxVHYq7FUv1ayNy0JFhbXpj5EG5cpwJp9mkcta0/AfQqlSaKeM3
Py5ptV4tCBKG5tyVmrW3HHialfcduuKtxaJNGglj0DTYp/jBiFw6x0Y0/ZtqfEB/L4++Kr49FmkX
0bjRtPWAUClLmV2Ck1elbdKdAaA/Ea191U2kF7BHbxWVvC8agLIskzR8FAAHCkcnL6aYqtuZtaWC
Nra0tpZzy9WOW5kjRaD4eLrBIWr3+EU98VRuKoHXv+OHqP8AzCzf8mziqvbR3i1FxLHINuPpoyEG
tTUtJJXFVfFUiFx5zMtDZ2AQMCKTzfYKiu5iXfkfDoPliqy//SEq6cmrxWcX+kDkwdpomb6vNyJS
RIeI2HH4j+G6qtDB5cST94unkkn0ikcSfaUhhUs1Sy16duuKo1dJ0do1KWduyD4kpGhHRgCNvB2+
84qp/wCH9CUGmmWx5gI49GPdQa71HQHfFVK4sLK2udNS2t0t1a6bkIlCVpbT0+zT6MVTbFUBrApZ
RCtaXNpuf+YmPFUfiq2RXZaI3A+NK4qp/V2ZlaR+ZQ8ozxWqtQqSCQexIxVU4N/vxv8Ahf6Yq7g3
+/G/4X+mKu4N/vxv+F/piruDf78b/hf6Yq7g3+/G/wCF/piruDf78b/hf6Yq7g3+/G/4X+mKu4N/
vxv+F/pirSLIGYs/JTTiKAEeO4xV1xBFcQSQSryilVkkWpFVYUIqKHpiq8E+GKuxV2Koe9sLa8RE
n50jbmjRySRMrcStQ8bI3RiOuKoY6BY1B9W82AX/AHtvOgFP9+9ffFWh5fsBGYxLecSakm+vC23g
xlqMVXyaHZSElpLoVRUPG8ul2WlKcZRQ7bt1PfFXW+iWME6Tq1xJJGeSetc3EyqSpSoWWR1+yxHT
FUfiqnPDFMipIvJQ6OBWlGjYOp2I6MoxVUxVB6xqlvpdhJfXJYW8RX1GRGkYBmCj4V+I7kdMVYxH
+bvkh1qt3LIOZiLJbTEBwKlTRTQ0xpVx/NvyQEaQ3U3BTxZ/q81AeXGhPHry2+eKqP8Ayub8va0/
SDV229KTv0/Z70xpURD+a/kydS0FxPKoNCyW0zAGgNNl8DirVx+a/ku2hM1zcTwwqQGkktpkUFiF
FSVA3Jpiqifzl/L8PwN+wehbj6MteI6mnHpvjSov/lZ/lT+e6/6RZ/8AmjFVKf8ANfyZbqHnuJ4l
NQGe2mUVALHcr4KTiqyX82/JSRNIbqZERVdpXtp+AViQCTxAoaeOKp15d82aP5hWZ9MkeWODjzdo
njHxFgKFwOX2D06Yqmd9cra2VxcsCVgjeQhaVoiltq7dsVYHH+cFg101sNI1H1IxViyRLGRQdJSw
jb7XRW/UcVU5fzt0WOWSA6ZdtPEhlkhUwM6qKbkCTb7Q6/PphpWx+dWlmRE/Qmp8nHJT6IpTcbtW
inbocCr4Pzk06Z+CaNqINCauiRjYgdXZR3xVEf8AK17T/q0Xn/BW/wD1UxVC/wDK6NM5Mv6F1KqE
g/ulpVSQaHlQ9NqdfpxVXi/NyylUldHvgAafF6KH7mkGKul/NyyiUM2kXlCyrs1v1dgo/wB2+JxV
ZH+cOnyTvCujagHT7RZY1TanR2cI3XscVUpPzhsEMpbStRpGGZvhhCgLWtGLAH7Pjir0XFUJq0Fx
cafNFbRW80zceEV2C0BowPxgAn5bdcVYdf6D5gaeySXStA+KZwiiOQqzejL8L1jHwlKnvvtTvhVF
Dyzf2GjvJZ6Jof6Q5Bjp9tahImJcKSJmMe/piu6dRx98CoSG28zSyCP/AAzpkLH0/imhTgOasWq0
by/YK9q9fHbFURf6N5jijt/Q0bSZ3cSfWhBCg9OjqE4GYpzLIWbooBFN61xVLjp3ngzq58uaYsYY
K8ai3IoSSXFRU8aAfaHXCqo+mebowE/QFhLRWrMkdr9oA8PtMn2mHxHjsDWhO2KojS9D82Nao91p
OjJLISzxXCKZI6bcQbePgw2qN677+ACo3VNG1iCW2TTdI0m9SUsLiWS3ECwgU4mnORm5E9hsB9GK
qb+X70a9KlvZ6RJF9XgM7SWrRlQZJqcEDSBid61YdsVTzQLC9tI5jeW1jbSOwCrp6MqlVHV2YLU1
JoKbeO+yqvr3/HD1H/mFm/5NnFUg0kfmE01s80+nm0V4o7mIxXER9Ja+o0atHGfUPQVPH+KqOu7P
V7fQ9Qjvbu3ubdLKVY0itmhcOEJDFjNItKfshBirHE8weZzC/qeYPLRUBoRSZjH6h+I8gTXZQRw5
e9dqEqn8F9rE9rciz1fS9TuoEQBI4JAFlL0DS+lcTsAQjUAXr32wKghe+fo4AJI9MaZGJljWDUGQ
KqB6o/Bi7Fj/AC9u5PwqrzN+Y7SqsbaR+8LfE9vfLSNWPHlU0DFf2SRv44qiYh+Y5V/VOjxkM3ph
BdOCpRuNalKFX418QT0puqo3SecTZSQakunGOSe3MFxCbhuDNcR0WSCQfvFDE1IlXbsMVTyG31cX
scs11bvbqhWSJIJEdnKp8QYzulOSk0KE0NK9SVUPqkV5/hzUVvpo5pfQmYPAjwLQISBxMkp7b/Fv
4Yqm2KuxVA6j/vZpf/MU3/UNNiqKuYZJoGjjme3dqUmjCF1oa7CRZF36briqV22i6jHDNGdWuY+c
peN41syQp5E7fVUWrs3Jqht+/WqqH1m5h023tYLzXL23lcycbmOCCSSTcGj8baSNeHIBaKtfc4ql
KeZdJe5WFPMmpMxYKqLZoWLHkCpAsdqGnfrQGndVER+YNGcTcfM94TGXqDBADUKZCIx9UHPisbdK
9adSuKqR17RvU/5SLUIpZFWkhs4lLAL6ipyayoWox+D7VTSlcKsgtdVt4rO1MjXtwZyVSWWznEpI
fj+9SOGP0xU7FkUU36VOBUG2v2MGpzXLxXhjnt7dUWOyu5JAVluAecaRNIg8CyivbFU/xVA69/xw
9R/5hZv+TZxVHYqgde/44eo/8ws3/Js4qlVj5MtIiFuxbXMakOONsIn5gg1Lc3HFqfEtN8VVrrRd
J0zy/d20EMEdrIRJMszrBET8KlncRuF2Ub8PuxVih0vQpI0S5g0aeOrSLDcX0YCB+IlYJ9SXf90P
tCvbbCqvPaaX9ZiN5BodYxzR5NQjLryZ+TKGsv2nlNaHc+9aqqdroPlxp/UNvpCBpD9aWG/RwsY4
tIQv1Vd0oBx+EU6kcjVVkFvL5aj0qGz0W4tZEFxaSMls0PI/6TEObLFx36AmmBWS4qgde/44eo/8
ws3/ACbOKo7FXYqgdR/3s0v/AJim/wCoabFUdirsVSPzNdQ27Whm1n9Ewj1HlTgjGZFChqMwLJx5
bsu9DiqWNqWiCRpG83SuUb0/VAsGCsduAdbbr3pWvfpiqaRI0oSWLWb6WJgrxyJBA6OhAI4uLY1V
utQcVaS1mWeJRq2o7ggL9WgCEkmWrMLT4Tx+HqPD7WKp2xeq8QCCfjJNKCh6bGu9MVQEZk/T11xU
FfqttyJNDX1Z+goe1e+KphiqB17/AI4eo/8AMLN/ybOKo7FUDr3/ABw9R/5hZv8Ak2cVR2KobUoP
rFlLD9Whuw4ANtcGkTioqH+CX/iJxVKrPQIWf0rvRNNt7Ph8SQFZQzg1AKNbRCgqSDy69sVRc3lf
yzMCJtJspQ2zB7eJq9OtV9sVV7Gx06wrbWNvHZxM3qNFDEsSMxAFfhCqTRd++KrNZqLZBWoNzaEC
nSlzF3xVH4qgde/44eo/8ws3/Js4qjsVdiqA1NlW60xmIVVuXLMdgALWbc4qj8VdiqB1N9RQIbIO
zEMpVUicBiV4u3qSQ7KK7A4qlLHzjzULKeEihjW1gJjY0PEn64BtuNgd+9OqqpMvms3aRfWgkTP/
AH0VrCFoV+yfUuXagrXZK7YqmlkL6SEG6eSOZfgf4YlVmAFZEVWmKqx+yGckd8VUNXv9XtJbRLGy
huopeYubi4uRbCLgvJTQRyl+VGrxG1PDoqhp5tbTVJmsrS2nuDaW3rRzXMkKKec+yusExYV8VGKp
2roxYKwJQ0cA1oaA0P0EHFUFr3/HD1H/AJhZv+TZxVHYqgde/wCOHqP/ADCzf8mziqOxVD6hy+qP
xtjdn4f9GHAcxyFR+8onTxxVAW1vOyRSLpcNq8TlkSRo1ZWoVLL6STAclJH2q0JxVGhtTKBTFEpP
IM6zEkCpCsKxUJpQ9PvxVvlqOzenFy/aT1Tx6bb+lXfFVHVw31KPkd/rVpX/AKSo/YYqj8VQOvf8
cPUf+YWb/k2cVR2KuxVA6j/vZpf/ADFN/wBQ02Kq99Y2l9avaXkSz20tPUicVVqEEVHzGKpXY+Tf
LtlJHLDYwxzRMGR419OhQtwoFNBQOdhQE706UVRGqm8gNsbOxmviKo3G59EIGZfifk45/cSO3XFW
vq2p/Y+rpwAIDfXrnl4D/dfh3riq6KHU/W5yW8ahQ4Ui9ncGo2qhjVeo69u2KtqmqV5NbxA1rtdz
EVBqNjENsVXy29pPNZyahZxPexljbuIzOIiKMSspQcK8F3NN8VQd3qtnp2s3Ul16vA2sB5RQzTAB
XnJ5ekj8dvHFU6xVA69/xw9R/wCYWb/k2cVSPy/+XWiaUoMxm1CRSChvJROASpDbBIlb7X7QPQEU
OKpXc/ld5e0+wv7s3F9d8LaQxwXNwWjVkVmDUUIW8CGJUjqMNqgV/LdGCj0NWRPiZ63tqXZ34sK/
CaKu6/Cw6DYgkhVkA8paLZ6bKLjTFnVo1WVmlnnmZqqtQsUbFD3JiUfKmKpQmh+Ty9uw8vScEkQQ
BodVoUQLR5Y2tuPLkFqJK8huW2piq+00LyVb3/1lNBnjWorKsGqs5JDlg0TQBSoLClTTcnYqKqo9
ND8jwrGRp16QxNwtYNTkNWJSjVViB8H923TrT4qlVRn0LylJpN0bLTLluc1qksdxHdwyNW4UcYGv
PS4MakckYdqnpiqZ6Z5V0B51u30WW0liQIsd1KsqMCoXeNJp4mICD4mFa79ScCpff+SfLR0W+uTp
k9rNHDM6xzXMj7qC4PFJpUK1H2T22IpthVmmBULqmoxadYyXksbypGVBSIAuebBBSpUdW33xVjF7
54snmsZVsbzjBMZZPhiJ4mGSPYCXrykGKotfP2nMKixvPpWEdq95cVb/AMeaf/yw3f3Qf9VcVSPz
Pquka4tsZINQgNsWNYBbiRlahKqzTUUkou+Ksdl8veXpbpbqSXVpJVRkqzxrTkFBCencR8V+DZTX
enWm5VGtbaYyyQ/WtX+pyxtE8DNA2zMGLKzTEqzEHky0Zq7nrVVRNhYymBLu+1ie1t68If3Ckglz
VmE3xMPUoGYGgxVl9h5t0axthb21jfCJSSBI6Snf/KkndvxwKtj86Wa6ncXBsbr05IYY12gryjeU
t/u3/iwYqnmi69b6t63owTQ+jx5etw3516cHf+Xviqrr3/HD1H/mFm/5NnFUdiqB17/jh6j/AMws
3/Js4qjsVQerytFp8jrM1u1UAlT0Qw5OooPXpHvWm/0b4qxSCXU5bGN286rbTOFkAli01iEL8QSI
yyENSgKt/TCqMt4NVkeGaPzks0EtDEogsysm4oAyjdSP5d/fArZTUWRZF84JwqAxWKzAJYkLQlW/
lbbvTqN8VXoZpI5JG11NVjW4soxBEsCrGRcxjk5j5MXam/xBetFHZVk+KoHXv+OHqP8AzCzf8mzi
qOxVbIZAtY1Dt4E8fxocVUw94f8AdKD/AJ6H/mjFW+V3/vqP/kY3/NGKu5Xf++o/+Rjf80Yq7ld/
76j/AORjf80Yq7ld/wC+o/8AkY3/ADRiruV3/vqP/kY3/NGKu5Xf++o/+Rjf80Yq7ld/76j/AORj
f80Yq7ld/wC+o/8AkY3/ADRiq6MzEn1EVR24sW/Wq4qtvLeO5tJ7aQkRzxtG5X7VHUqaVrvviq9X
r2I+YxVZd20d1aTW0hIjnjaJyvUBwVNK133xVVxVD39n9ctJLb1pbf1KfvoCFkWhB+EkNTp4Yqgb
Ty1awxyrcXV3evMzM8lxO1aGnwUi9NeIpttiqLj0q0SVJVaYyRgKpa4nbYGtCGchvpxVyaXZovEe
qU5M5RppWUl6cuQZiGBp0O3XxOKr5LGF7ZLcs/CN45FJYu1YpBItWfkTuuKojFVG8t47m0mtpOQj
nRonKfaAccTTY+OKq2KpF5o8zwaCtu8sM0wm9T4IeFfgC1qG3P2tqYqxyL84dJZFc6feKjq8nKYJ
EVWMhW5K5Rl69x036Yq7/lcmjFoAmn3couK+m8QSRfhIBqUY0G/U7YqsX86dGZOY0rUqVA3t3B39
iK4qiYPzY06eISppl2FatA4SNtjTdXZWH3Yq64/NnTreFppNMvGRaVEYSVtzTZIyzHr2GKqI/OTS
SoYaVqFGrSsLA7U6g9Ptf50OKor/AJWjY/8AVtuf+Ci/5rxVZP8Amvp0MTSvpl2VUVIQJI30KjMx
+gYqs/5Wzpz2/qrpt6qnb7KBxvx+wx5f8L79MVTPyt58s9fvxZw2tzAxgkuA9wqJ8MbohBXZwayC
lRirJLu4S3tZrhzxSGNpGanKgUEk0FK9MVYhB+bvkOWVIo9Zt5XegSNCCzFunEBz1qKYqnen+btD
1CRIrO4SW4k5cLb1IlmPEsD+6ZxJ+w3btXFUn/5W55AEvonVYhNy4emWUPzrx48Sa1rtTFU4j836
DJGsn1qJAylwsssMTcFYqWKSOrAVHWmKrNa86eX9Et7e41W4W0t7uv1aZ2Tg9AG+FgxHQ1xVbp/n
bQNRliispWmaZS8RC0VlCl6hiQtOIr1xVMLTWLS95GzZbnhx5+jJDJx5Cq14uaVG4xVR1TzHp+l+
l9fEkPrcvT+ENXjSv2C38wxVZJ5s0KKCOea7hgilHJGmmgiqKKejyKRQOtR2riqrbaxDPbRXkUiT
2U7okVzCUkjYvII1oySPX4jSoxVMsVQM3/HctP8AmFuf+TkGKum/47lp/wAwtz/ycgxV03/HctP+
YW5/5OQYqjsVY15luPMyXoXSb/TrWBYozIl45WQM0jAtQI1UKig3FTXfFVGG81lrOI3fmPTrW7ZX
d1iVJo+Kq0gKs7wkj0ijt8PiehFFV9hqFzJyh/xVp91M/wAEXpxRBhIxIX4RO3L2HiPmCqtn1KW3
E0U/m7T4po2f1vVjgUxnitF4mZeIU1J5VO/XFWR2Mge0iP1hbplXhJcJQK7p8LmikgfEDt26Yqr4
qgZv+O5af8wtz/ycgxVE3ckkdpNJG0aSJGzI8xIjBAJBcj9nxxVh0PnHVZbprZb7SRIpILOt2ke1
ekrKIz07Nirdx5q8xxM6rLpE3FSymObZ6U+FeUq7/F+1TFWm81eZg5UNpLAVo4uEoadOswO/yxVo
ea/M/FDXSQWryX6wlVoAfi/fU3rTavTFXJ5r8zsVBOkpyJBJuE2FK1NJj322/Vvirl81+Zy5UnSg
Bwo5uEoeSkmlJ6/ARRtuvSo3xV0fmvzI98lu1xo0KtHJJyeYmpRkFAUkf+fviqM/T2u/9XHQv+R0
n9cVd+nte/6uOhf8jpP64q79Pa7/ANXHQv8AkdJ/XFWV4qlGqyakmr2R0+CG4mNvchkuJmgULyhN
QyRTknlQU49Kmu1Cqo3E2u/pS0ZbS1Nx6NyPTNzIE9LlB8XP6uTy5bceNP8AK7Yq1e3Wtx3mnyR2
EU9+1vciW2S4IiUepBuJnjUt2/YGKt22q+aJpaNo9skNSDML7mAVJDAhYCagr0/ViqXeZtM1u8u0
kg0LTNQLWwjaS9Cy8H5sXjq6o7R9CPE+HdVAv5T8xSCsujeWnlBVkdoXajcizn+56sTUnCqOi8r3
wLK2j6FGlTQxwn41IZqOhi/alodm2670oQqI0zT/ADTYWot7ay0azTkXdLT1Y4ySRU8BGKEjqcVT
65lvEeNbeKKRWD8jLK0Z5BaoFAjkryP2txQb0OKqH1jWha83tbVbn1eIj+syen6ZNA3qGAHmf5eH
+yxVD28mpvrNub+CGBxb3QjEEzzgr6kG5LxQUPtQ/PFU2kcRxs7VKqCxCgsaDfZVBJPsMVSG0vLi
O9aW5nlltRy9CFLDUEdRsE5u7yq9FBr8Aqd9u6qX6ppen6nqkt3eRmWF4/RSNtP1H1AlFYKzrIqM
olXnT0xtt1qxKoaPRLVA1baxdn3kkk0K8kdiQSSzvKzN8e+56be+Kog2EAjskjt7JRY8mth+gror
FI0nItCBIPSqgANP2vir+ziq2HS7GPc2djyAdoymg3K0ldac/tnY0XkOpApXwVTC1g0NPUNzp8cj
khYmi0qeLjCgCxo3JJORQbVFB7DAqnbvoFhrsL2OntaGa2uPWMFhNGXIkhK8uMQLUqcVTj9M2f8A
vu6/6RLn/qnirv0zZ/77uv8ApEuf+qeKu/TNn/vu6/6RLn/qniqOxVAzf8dy0/5hbn/k5Birpv8A
juWn/MLc/wDJyDFUNqum6dqOq2cGoWsN5ALe4cRXEayoGEkFG4uCKivXFUXaaNpFlM01nY29tMyi
NpYYkjYoKUUsoBoKDbFUPqunadeSSJdaYbv1IkR5aRkOqychFVmVvhb499vflTFUBP5S8tNIsr6K
ZXQUT4gQORLkBTIB9pjX3398VUbTyr5ZLCMeXngFSG5lONHckluMrBhtXvQUHtiq5vKHlV9h5eDB
CWVwI1NTv3kVhXrQ4qyGztre1to7e2iEEEQ4RxKAAAD2p49cVVsVQM3/AB3LT/mFuf8Ak5BiqOxV
2KuxV2KuxV2KuxVSa2ja7juST6kUbxKO1JCjGvv+7GKquKuxV2KuxVj/AJl1ibStQsbmGwuNRdob
iP6vaJzkALQnkR4fDTFVHW9b1LTr7T7r9ET3jyQTo1taESypyaFizigFF40PEnfCqCuPNmqLdWF8
/l2+US28ixW/7tpiJWharRqxMYSlG58aE4qrRefLqWYxfoC/iIDHnOogj+Gtf3kvBB06k098CobX
9b1X17Z49Avrp3jVmFre3EaR0lKyJJ9VDwmSMAmlTX7OFV0UnmOCCZE8s37c+gfWebFkqFo7zEop
78TXxBwKvu49dCkpoF7L6ZChU1mRGYUNWX96oP8AsiD+vFV4h1q5vP8AS9DvIULqFmg1iUIFk3LO
iyRU9P8AaAB/yeQxVPrq91WF0WPTTchldmeKaMBSi1VT6npmsh2WgIr9ogb4qoJq2uNarMdDmSRn
KG1ae39RVH+7CQ5j4n2fl7Yqqlrg67aeqiIPqtzQq5b/AHZB4quKplirsVdirsVdirsVdirsVdir
sVdirsVQM3/HctP+YW5/5OQYq6b/AI7lp/zC3P8AycgxVBa5o9hq2p2VtfI7xJDcSKI5ZITyV4AD
yiZG79K4qrW3lbQbeYyx2o5EEcXd5EFSWNEdmQVZixoNySepxVQ1W2iWUqlvcNEqJ+7srk2vD1Hd
nkdRcWy0qu5pXc9d6KroNIjmUTXMl1ACAgha7uVcBCUUkx3MiEsoXfqTUndtlVa30ayj9N0ubhyj
A1N5dupdWBpRpmBFRupr4YqmDmR4/wBxIgY0KuwLr9wZa/fiq9OVPiIJqaECgpXbue2Kt4qgZv8A
juWn/MLc/wDJyDFUdirsVdirsVdirsVdirsVdirsVdirsVSjXNa0HRrm1vNVuvqzMksMFVZlIYoz
14q1COC0xVLk89+SZ9RgeLUxJcqskEcSRytX1CrNsEJr+6FMVRF55r8q28p1C4vuCWn+itIEkaOt
yQ43VDX+46g0HfFVKL8yPJUsgjj1NWc/ZX05vi25VX4NxTuMVTdLuye7WVb4ESII0teScC3LZhtz
59vtfRiqUt588l295Np76iFurWV0lhZZyVk5EEbruOVQtNvDpiqLtvOPlm4leOK9UOihnZ1eNQCS
BV3VV6g98SaSATyTeN45UWWNg6OAUddwVO9QffFBCR/468q/pRtK+vUv1kaEwGKYVdW4EBinE/EK
VBpiqPbXtIABFyr8gSojBkJoabBAx3J28e2Krw9lNfW8yTB5fRmEITdWTnF6hqNvhZVHXFUZirsV
dirsVdirsVdirsVdirsVdirsVSrXtB0/VlhF5am59AsY6TSQEcqA7xla1p3xVAWfkjQ7SVZoLDjK
jB0Zry5chlNQRzLd8VRd75cs762+rXlu08PNZAr3lySGUMoIavIbOeh3xVAReQfL0TFl08EkU+O8
unH3MSMVT6GGeEsUQHnSvOeV/sigpzVqe9OuKpJN5F0Ga8lvJLAGed2llP1y6Cl2Yux4A8BVmPQY
qmGn6JbacrJZWqQq5DOFmkJJUgirFS1NulafecVRixXAmaYIObChBnkKduiFeI6dhiqTP5M0Zr83
/wBRC3RkaYyLd3Kj1HYuW4qQteRr02xVNFs5VCAK1I3Mi1upyak1+IkfEv8AknbFVZIne5WaWJVe
NGRJFcts5UsKUXrwH3Yqru3FGahagJ4jcmnhiqHS9ZzQW0w+aqv62GKqnry/8s8n3x/814q715f+
WeT74/8AmvFXevL/AMs8n3x/814q715f+WeT74/+a8Vd68v/ACzyffH/AM14q715f+WeT74/+a8V
d68v/LPJ98f/ADXirvXl/wCWeT74/wDmvFWvrDhlUwSDkaV+Ege5oxpiqtir/9k=
uuid:268495ab-d56c-5a4d-9a8e-01299192fecd
xmp.did:4eecd4f8-bfb7-473e-89d1-49c21f444cfc
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
uuid:1429a63f-381b-4bbe-b610-dcd92ca51b5b
xmp.did:d92220c8-81e6-9646-85ef-ad1bfcf188fa
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
EmbedByReference
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.11.07.png
0
0
EmbedByReference
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.11.00.png
0
0
EmbedByReference
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.53.png
0
0
EmbedByReference
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.41.png
0
0
EmbedByReference
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.28.png
0
0
EmbedByReference
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.15.png
0
0
EmbedByReference
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.03.png
0
0
EmbedByReference
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.08.53.png
0
0
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.11.07.png
0
0
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.11.00.png
0
0
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.53.png
0
0
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.41.png
0
0
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.28.png
0
0
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.15.png
0
0
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.09.03.png
0
0
/Users/bridie/Desktop/Screenshot 2020-07-07 at 09.08.53.png
0
0
saved
xmp.iid:4eecd4f8-bfb7-473e-89d1-49c21f444cfc
2020-07-07T09:19:03+01:00
Adobe Illustrator 24.2 (Macintosh)
/
Print
Adobe Illustrator
False
True
1
297.000024
209.999994
Millimeters
Cyan
Magenta
Yellow
Black
Default Swatch Group
0
White
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
Black
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK Red
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK Yellow
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK Green
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK Cyan
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK Blue
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK Magenta
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
15.000000
100.000000
90.000000
10.000000
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000000
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000000
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
20.000000
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000000
100.000000
10.000000
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000000
95.000000
30.000000
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000000
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
15.000000
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000000
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000000
100.000000
35.000000
10.000000
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000000
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
20.000000
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
40.000000
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
40.000000
45.000000
50.000000
5.000000
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000000
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000000
65.000000
40.000000
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
40.000000
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000000
50.000000
75.000000
10.000000
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000000
60.000000
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
40.000000
65.000000
90.000000
35.000000
C=40 M=70 Y=100 K=50
CMYK
PROCESS
40.000000
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
Grays
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999400
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998800
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999700
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999100
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999400
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998800
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999700
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999100
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998800
Brights
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000000
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000000
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000000
90.000000
0.003100
0.003100
Adobe PDF library 15.00
endstream
endobj
3 0 obj
<>
endobj
5 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
6 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
7 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
8 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
9 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
10 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
11 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
12 0 obj
<>/ProcSet[/PDF/ImageC]/XObject<>>>/TrimBox[0.0 0.0 841.89 595.276]/Type/Page>>
endobj
35 0 obj
<>stream
H$1
0F]OȖZ{ dzR29!I l)jexd~e4-o~Qġn2